現在地

赤平 昌文(アカヒラ マサフミ; Akahira, Masafumi)

研究者情報全体を表示

論文
  • Second order asymptotic comparison of the discretized likelihood estimator with asymptotically effeicient estimators in the double exponential case
    M. Akahira
    Metron/48(1)/p.5-17, 1990-01
  • Loss of information associated with the order stastistics and related estimators in the double exponential distribution case
    M. Akahira; K. Takeuchi
    Australian Journal of Statistics/32(3)/p.281-291, 1990-01
  • The optimality of the grouped jackknife estimator in some regression model
    M. akahira; S. Kawi
    Journal of the Japan Statistical Society/20(2)/p.149-157, 1990-01
  • Second order asymptotic sufficiency for a family of distributions with one-directionality
    M. Akahira
    Metron/49(1-4)/p.133-143, 1991-01
  • A definition of information amount applicable to non-regular cases
    M. Akahira; K. Takeuchi
    Journal of Computing and Information/2(1)/p.71-92, 1991-01
  • Asymptotic efficiency of estimators for a location parameter family of densities with the bounded support
    M. Akahira; K. Takeuchi
    Reports of Statistical Application Research, JUSE/38(1)/p.1-9, 1991-01
  • On the non-linear model of a fundamental biological process : An extension of the Masuyama model
    M. Akahira
    Reports of Statistical Application Research, JUSE/38(1)/p.19-23, 1991-01
  • Second order asymtotic efficiency in terms of the asymptotic variance of sequential estimation procedures in the presence of nuisance parameters
    M. Akahira anf K. Takeuchi; +赤平 昌文
    Sequential Analysis/10(1&2)/p.27-43, 1991-01
  • The 3/2th and 2nd order asymptotic efficiency of maximum probability estimators in non-regular cases
    M. Akahira
    Annals of the Institute of Statistical Mathematics/43(1)/p.181-195, 1991-01
  • Bootstrap method and empirical process
    M. Akahira; K. Takeuchi
    Annals of the Institute of Statistical Mathematics/43(2)/p.297-310, 1991-01
  • 習慣流産に関するパラメータの統計的推定(共著)
    久保武士; 赤平昌文
    行動計量学(日本行動計量学会)/19(1)/p.66-74, 1992-01
  • Interval estimation with varying confidence levels
    K. Takeuchi; M. Akahira
    Metron/50(3-4)/p.3-18, 1992-01
  • Unbiased estimation in sequential binomial samplings
    M. Akahira; K. Takeuchi; K. Koike
    Reports of Statistical Application Research, JUSE/39(4)/p.1-13, 1992-01
  • Higher order asymptotics and asymptotic deficiency of estimators
    M. Akahira
    Selecta Statistica Canadiana/8/p.1-36, 1992-01
  • Completeness for sequential sampling plans
    K. Koike; M. Akahira
    Sequential Analysis/12(3-4)/p.211-218, 1993-01
  • On the application of the Minkowski-Farkas theorem to samling designs
    M. Akahira; K. Takeuchi
    Statistica Neerlandica/47(3)/p.221-223, 1993-01
  • Second order asymptotic bound for the variance of estimators for the double exponential distribuiton
    M. Akahira; K. Takeuchi
    Stat. Sci. & Data Anal. VSP Internat. Sci. Publ. , Zeist(Netherlands)/p.375-382, 1993-01
  • Asymptotics on the statistics for a family of non-regular distributions
    M. Akahira
    Stat. Sci. & Data Anal. , VSP Internat. Sci. Publ. , Zeist(Netherlands)/p.357-364, 1993-01
  • The structure of the assumed model through the discretized likelihood estimator
    M. Akahira
    Journal of the Japan Statistical Society/23(1)/p.19-31, 1993-01
  • Second order asymptotic efficiency in terms of the risk in sequential estimation
    M. Akahira
    Selecta Statistica Canadiana/9/p.25-48, 1994-01
  • The comparison of estimators of ratio for a regression model
    S. Kawai; M. Akahira
    Journal of the Japan Statistical Society/24(2)/p.141-150, 1994-01
  • On the consistency of the maximum likelihood estimator through its uniform consistency
    M. Akahira; H. Kashima
    Statistics/25(4)/p.333-341, 1994-01
  • The amount of information and the bound for the order of consistency for a location parameter family of densities
    M. Akahira
    Symposia Gaussiana,Conf.B: Statistical Sciences, de Gryter, Berlin/p.303-311, 1995-01
  • On the new approximation to non-central t-distributions
    M. Akahira; M. Sato; N. Torigoe
    Journal of the Japan Statistical Society/25(1)/p.1-18, 1995-01
  • A higher order approximation to a percentage point of the non-central t-distribution
    M. Akahira
    Commun.Statist.-Simula./24(3)/p.595-605, 1995-01